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How to use rational number in a sentence

Looking for sentences with "rational number"? Here are some examples.

Sentence Examples
Some respondents suggested using the term rational number rather than just fractions or decimal numbers.
This formula may be an integer, a rational number, a polynomial or a rational function.
If the numerator or denomiator becomes too large, rational number is converted in a double precision floating-point.
This excludes for example in 1D the group of translations by a rational number.
Rational numbers are also dense, meaning that between any two rational numbers, another rational number must exist.
He presented a new foundation for and extended the arithmetic of semi-simple algebras over the rational number field.
A constant is an integer, a real, a complex, a rational number or an interval.
We've set the number of three lice per fish as a trigger value, a very precautionary and very rational number to deal with.
Every rational number can be written as either a terminating decimal or a recurring decimal.
Commerce then concluded that the only rational number to be used for the universe was the total number of natural and processed agricultural products produced in Canada, which it assumed was in the hundreds.
For metrological purposes the unit rad is often not suitable, since? is not a rational number, and therefore any entire number divisor of a full circle will necessarily also not be rational.
Here we ask the inverse problem: given a rational number r, we want to decompose r into a sum of two or more rational numbers, the latter having predetermined denominators.
So we can do the same in deriving a particular type of rational number.
Much of the research on fractions is contained within broader research programs in relation to the rational number system.
An introduction to the rational number system is taught very early in the elementary algebra curriculum, expanding the concept of the common fraction.
Examples from Classical Literature
When d is a given rational number, the set constitutes a subgroup which is conjugate to the group of multiplications.
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